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Shuo-Huan Hsu

Researcher at Purdue University

Publications -  13
Citations -  384

Shuo-Huan Hsu is an academic researcher from Purdue University. The author has contributed to research in topics: Ontology (information science) & New product development. The author has an hindex of 10, co-authored 13 publications receiving 356 citations.

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Modeling and Control of Roller Compaction for Pharmaceutical Manufacturing. Part I: Process Dynamics and Control Framework

TL;DR: Wang et al. as discussed by the authors derived a dynamic model for roller compaction process based on Johanson's rolling theory, which is used to predict the stress and density profiles during the compaction and the material balance equation which describes the roll gap change.
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High fidelity mathematical model building with experimental data: A Bayesian approach

TL;DR: A novel Bayesian approach to model building is presented that takes advantage of breakthroughs in Monte Carlo sampling procedures and high performance computing to enable high fidelity mathematical modeling.
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Microkinetic modeling of propane aromatization over HZSM-5

TL;DR: In this paper, a kinetic model for propane conversion to aromatics was proposed that considers surface species as neutral alkoxides, reactions of these alkoxide species by carbenium ion-like transition states, and alkane activation by carbonium ion like transition states; this model describes the reaction behavior over an HZSM-5 catalyst in terms of relevant rate and equilibrium constants and activation energies.
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Modeling and Control of Roller Compaction for Pharmaceutical Manufacturing

TL;DR: In this article, the authors demonstrate how online process control can be applied on roller compaction using the simulator built in Part I of this paper, and different control strategies are discussed: multi-loop proportional-integral-derivative, linear model predictive control (MPC), and nonlinear MPC.
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Bayesian Framework for Building Kinetic Models of Catalytic Systems

TL;DR: The Bayesian approach is used to formulate the model building problem, estimate model parameters by Monte Carlo based methods, discriminate rival models, and design new experiments to improve the discrimination and fidelity of the parameter estimates.